Principles of Plane Trigonometry: Area, Sides, and Angles

Principles of Plane Trigonometry: Area, Sides, and Angles

Secondary 3

In the diagram, triangle \(ABC\) is a right-angled triangle where \(\angle BAC=90{}^\circ \).

  1. Find the length of \(BC\).
  2. Hence, find the area of triangle \(BCD\).

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Answer:(i) \(8.60\text{ cm}\) (ii) \(34.6\text{ cm}^2\)

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